Could anyone please help me with this problem? Assume that 4 digits are selected at random from the set {1,3,7,8,9} and are arranged in random order. What is the probability that the resulting 4-digit number is less than 8000?
the question states "what is the probability"
ok sorry i did not see it
I can help you!
We have a four-digit number, and we want it to be less than 8000. One way to find the probability would be to look at every possible 4-digit number which uses the correct combination of digits, but there's a shorter way to do things.
If we want the number to be below 8000, what can you tell me about the first digit?
The first digit has to be 1,3,or 7.
how many number can we make in total?
can we assume the digits can be repeated, like: 1111?
There is no repetition
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